Dually Enhanced Propensity Score Estimation in Sequential Recommendation

TL;DR

This paper introduces DEPS, a novel method for unbiased sequential recommendation that jointly estimates user and item propensity scores using a causal graph and transformers, improving prediction accuracy.

Contribution

The paper proposes a dual-view propensity score estimation approach that enhances bias correction in sequential recommendation systems by leveraging user and item perspectives.

Findings

DEPS outperforms state-of-the-art baselines on multiple datasets.

Theoretical analysis confirms unbiasedness and reduced variance of DEPS.

Experimental results demonstrate significant improvements in recommendation accuracy.

Abstract

Sequential recommender systems train their models based on a large amount of implicit user feedback data and may be subject to biases when users are systematically under/over-exposed to certain items. Unbiased learning based on inverse propensity scores (IPS), which estimate the probability of observing a user-item pair given the historical information, has been proposed to address the issue. In these methods, propensity score estimation is usually limited to the view of item, that is, treating the feedback data as sequences of items that interacted with the users. However, the feedback data can also be treated from the view of user, as the sequences of users that interact with the items. Moreover, the two views can jointly enhance the propensity score estimation. Inspired by the observation, we propose to estimate the propensity scores from the views of user and item, called Dually Enhanced Propensity Score Estimation (DEPS). Specifically, given a target user-item pair and the corresponding item and user interaction sequences, DEPS firstly constructs a time-aware causal graph to represent the user-item observational probability. According to the graph, two complementary propensity scores are estimated from the views of item and user, respectively, based on the same set of user feedback data. Finally, two transformers are designed to make the final preference prediction. Theoretical analysis showed the unbiasedness and variance of DEPS. Experimental results on three publicly available and an industrial datasets demonstrated that DEPS can significantly outperform the state-of-the-art baselines.